{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# PowerPoint Automation\n",
    "\n",
    "In this example we will build a fully automated PowerPoint presentation"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Initializing Automagica\n",
    "\n",
    "The first step in building a script with Automagica is to import all the Automagica activities."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "from automagica import *"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Starting PowerPoint\n",
    "\n",
    "Start by opening PowerPoint, in this case we will give the instance the name 'presentation'. Feel free to give this any name you want, as long as you consistently use it when addressing it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "presentation = PowerPoint()"
   ]
  },
  {
   "attachments": {
    "powerpoint1.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We have now created an empty PowerPoint presentation without any slides\n",
    "\n",
    "![powerpoint1.png](attachment:powerpoint1.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Making our first slide\n",
    "\n",
    "Let's first add a slide to the presentation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<win32com.gen_py.None.Slide>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "presentation.add_slide()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we need some content. Let's make a short text where we introduce ourselves and add this to the first slide. The first slide will have index 1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "presentation.add_text(text='Hi, my name is Bob', index=1)"
   ]
  },
  {
   "attachments": {
    "powerpoint2.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Your presentation should look something like:\n",
    "\n",
    "![powerpoint2.png](attachment:powerpoint2.png)\n",
    "\n",
    "Let us add a second slide and add some content aswell"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Make new slide\n",
    "presentation.add_slide()\n",
    "\n",
    "# Add content\n",
    "presentation.add_text(text='My friends call me Bob', index=2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Imagine the situation where someone else instead of Bob would want to give this presentation, we can easily replace his name with the Automagica built-in function:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Replace all occurences of \"Bob\" with \"Karen\"\n",
    "presentation.replace_text('Bob', 'Karen')"
   ]
  },
  {
   "attachments": {
    "powerpoint3.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The presentation is now about Karen:\n",
    "\n",
    "![powerpoint3.png](attachment:powerpoint3.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Saving Data\n",
    "\n",
    "We can now save the presentation, we choose to both save it as .pdf and as .pptx. Finally let's not forget to exit PowerPoint.\n",
    "\n",
    "We first declare the pathq using the Automagica built-in home_path function to make sure we know where it is saved"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Declare paths, in this case in the homedir with the names \"awesome_presentation.pptx\" and \"awesome_presentation.pdf\"\n",
    "presentation_pptx = home_path('awesome_presentation.pptx')\n",
    "\n",
    "presentation_pdf = home_path('awesome_presentation.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save pptx\n",
    "presentation.save_as(presentation_pptx)\n",
    "\n",
    "# Save pdf\n",
    "presentation.export_to_pdf(presentation_pdf)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can now exit PowerPoint"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "presentation.quit()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As a last stap we can re-open the file we just saved to verify:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'C:\\\\Users\\\\TvT\\\\awesome_presentation.pdf'"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "open_file(presentation_pdf)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "'Python Interactive'",
   "language": "python",
   "name": "bb341ba4-98f7-43a2-996e-ea9a75df951a"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
